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Tensile Testing and Non-destructive Evaluation Scanning of Varied Ply CFRP Laminates with Embedded Magnetostrictive Particles

机译:嵌入磁致伸缩颗粒的多层CFRP层压板的拉伸测试和无损评估扫描

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One method for Nondestructive Evaluation (NDE) of Carbon Fiber Reinforced Polymers (CFRP) is the integration of magnetostrictive particles (MSP) into CFRP laminates. In order to ensure that integration of MSP would be a feasible method of nondestructive evaluation, the structural intrusiveness of the particles must be investigated. Since one of the major benefits of CFRP is its strength to weight ratio, the inclusion of a foreign material must be minimally intrusive on the material properties of the laminate. This paper details several analyses meant to quantify the affect of integrating MSP into unidirectional CFRP laminates on the quasi-static tensile properties. First, the material properties of both the MSP and CFRP laminate were used in conjunction with the constitutive equations to estimate the ultimate tensile strength of symmetric laminates with and without MSP. Once a prediction of the failure stress had been determined, laminates were fabricated and tested under quasi-static tension. Finally, the experimental tests were correlated with a Finite Element Model. The laminates tested ranged from two plies to ten plies with a single layer of MSP embedded in the center of laminates. The results from experimental testing of carbon fiber-reinforced polymer composite beams with and without a layer of magnetostrictive particles showed that the particle layer was minimally intrusive on the quasi-static tension properties of the beam. Analysis of the results revealed that the addition of a layer of MSP caused a slight increase in the ultimate tensile strength of the beams, while the modulus saw an equivalent drop. Based on the number of samples tested, the amount of change seen in both the tensile strength and the modulus was statistically negligible. An investigation using scanning electron microscopy shed light on the change in the material properties. It was seen that during the curing process the epoxy matrix flowed into the voids between particles in the particle layer, which caused an increase in the fiber volume in the ply region. Previous research has shown that an increase in fiber volume in fiber reinforced composites leads to an improvement in ultimate tensile strength. This is because tensile strength is a fiber-dominated property. The microscopy analysis also showed that while there was flow over of epoxy resin into the particle layer, there were still large voids present. The presence of voids inside a laminate would reduce the incubation time for matrix cracks, limiting the matrix's ability to transfer stress between fibers and reducing the stiffness of the laminate. The results from the analytical model proved to overestimate both the ultimate tensile strength and the modulus. The analytical model was based on equations and material properties for ideal laminates. Experimental testing tends to encounter issues such as material flaws, fabrication inconsistencies, and testing inconsistencies, which cause the results to deviate from the analytical model. While the experimental results and analytical model did not completely agree, the difference was not an order of magnitude in size. On the other hand, the results from the finite element analysis were in close agreement with the experimental data. For laminates with ply numbers of fewer than the data was statistically equivalent to the FEA model, with the higher laminate numbers seeing a slight overestimation in the ultimate tensile strength. The overestimation was likely the result of a difference in the theoretical thickness and fabricated thickness of the laminates. The thickness used in the finite element model was based on the manufacturer's recommended thickness, which, due to epoxy flow out, would differ from the thickness of fabricated laminates. In lower ply laminates the thickness difference would not be pronounced, but in laminates with more plies the difference is compounded and would have a greater affect. While this research shows that the addition of a layer of magnetostrictive particles does not have an appreciable affect on the quasi-static tension properties of fiber reinforce composites, future research will have to be conducted to investigate it's affects in different loading scenarios. The results gained from this research are promising for the performance of these laminates under compressive loading. A fiber reinforced laminate's compressive properties, like its tensile properties, are fiber dominated. Since the addition of a particle layer resulted in an increased fiber volume in the ply region, it is postulated that compression testing will also reveal the particle layer is minimally intrusive. The results of the microscopy study reflect poorly on the performance of laminates under the action of bending forces. Bending of beams involves the upper and lower surfaces of the laminate being under the action of opposing stress states. One surface is under the action of compressive stress, while the other is under the action of a tensile stress and the center of the beam is integral in the transfer of these two stress states. The microscopy study revealed that the particle layer, located in the center of the beam, is riddled with voids. This presence of voids would inhibit the layer's ability to transfer the stress effectively between the two surfaces. It is believed that a laminate containing a layer of magnetostrictive particles under the action of a bending stress would delaminate along the centerline, resulting in premature failure. Additionally, in this paper, experimental and numerical results of damage sensing tests using magnetostrictive particles embedded in fiber reinforced polymer laminates, are presented. For the experimental results, carbon fiber reinforced polymer (CFRP) laminates (Hexcel AS4/3501-6) are embedded with Terfenol-d particles and the ply count is varied to observe the change in the sensing. Sensing is observed using a non-contacting magnetostrictive strain sensor setup. The sensing parameter observed is the voltage induced in the secondary circuit. Two of the three batches presented have laminates that are embedded with .5"x.5", release agent coated patches that prevent bonding between the Terfenol-d and the CFRP layer. The laminate ply count ranges from 2-14 unidirectional plies. Two fabrication methods are used to distribute the particles in the laminate. The experimental results from the three batches reveal that the fabrication technique has a significant effect on the sensing signal. The effect of particle accumulation in the magnetic flux path significantly affects the sensing signal and makes the presence of a delamination difficult to assess. The experiments also show that when the ply count is varied, there is not much variation in the sensing signal. For the numerical simulation, finite element models are constructed to analyze the magneto-mechanical interaction in a laminate embedded with terfenol-D (TD) for sensing purposes. The model examines the mechanical parameters that affect sensing by observing the parameters in the Terfenol-d layer around a delamination. The results of the model show that the magnetic field produces a local change in strain and stress in the region of the delamination. The strain in the delamination region is greater than the strain in the bonded regions. The stress in the delamination region is lower than the stress in the bonded regions. For the magnetic parameters, a constant magnetic permeability was used in the constitutive magnetostriction equation, which inhibits the magnetic flux density from varying as a function of stress/strain. The data shows that the distribution method used to distribute the particles have a dominant effect on the sensing signal. Attempts were made to refine the distribution method, but it is highly suggested that an automated method be used to distribute these particles. The effect of ply variation cannot be distinguished due to inconsistencies in the sensing signal. The delamination also could not be clearly distinguished from a change in particle density. Future work will focus on finding new ways to distribute particles and differentiate particle clumping from a delamination. The multiphysics FEA model reveals that there is a drop in stress and strain in the region of the delamination for a laminate that has a delamination against the magnetostrictive layer.
机译:碳纤维增强聚合物(CFRP)的无损评估(NDE)的一种方法是将磁致伸缩颗粒(MSP)集成到CFRP层压板中。为了确保MSP集成将是一种可行的非破坏性评估方法,必须研究粒子的结构侵入性。由于CFRP的主要优点之一是它的强度与重量比,因此,异物的夹杂必须最小程度地干扰层压板的材料性能。本文详细介绍了一些分析,这些分析旨在量化将MSP集成到单向CFRP层压板中对准静态拉伸性能的影响。首先,将MSP和CFRP层压板的材料特性与本构方程一起使用,以估算具有和不具有MSP的对称层压板的极限拉伸强度。一旦确定了失效应力的预测,就可以制造层压板并在准静态张力下进行测试。最后,将实验测试与有限元模型相关联。测试的层压板的范围从两层到十层不等,单层MSP嵌入层压板的中心。带有和不带有磁致伸缩颗粒层的碳纤维增强聚合物复合材料梁的实验测试结果表明,颗粒层对梁的准静态拉伸性能的影响最小。对结果的分析表明,添加一层MSP会导致梁的极限抗拉强度略有增加,而模量却出现了等效的下降。基于测试的样品数量,抗张强度和模量的变化量在统计学上可忽略不计。使用扫描电子显微镜进行的研究揭示了材料特性的变化。可以看出,在固化过程中,环氧树脂基质流入颗粒层中颗粒之间的空隙中,这导致了帘布层区域中纤维体积的增加。先前的研究表明,纤维增强复合材料中纤维体积的增加导致极限抗拉强度的提高。这是因为拉伸强度是纤维为主的性质。显微镜分析还显示,尽管环氧树脂流到颗粒层中,但仍然存在大的空隙。层压板内部空隙的存在会减少基体裂纹的保温时间,从而限制了基体在纤维之间传递应力的能力,并降低了层压板的刚度。分析模型的结果证明高估了极限抗拉强度和模量。该分析模型基于理想层压板的方程式和材料特性。实验测试往往会遇到诸如材料缺陷,制造不一致和测试不一致之类的问题,这会导致结果偏离分析模型。尽管实验结果和分析模型并不完全一致,但差异并不是大小上的数量级。另一方面,有限元分析的结果与实验数据非常吻合。对于层数小于数据的层压板,统计上等效于FEA模型,而层压板数量越高,则最终抗张强度会略有高估。高估可能是层压板理论厚度和制造厚度不同的结果。有限元模型中使用的厚度基于制造商建议的厚度,由于环氧的流出,该厚度将与制成的层压板的厚度不同。在较低层的层压板中,厚度差异不会显着,但是在具有更多层的层压板中,该差异是复合的,并且会产生更大的影响。尽管这项研究表明,添加一层磁致伸缩颗粒不会对纤维增强复合材料的准静态拉伸性能产生明显影响,但仍需要进行进一步的研究以研究其在不同载荷情况下的影响。从这项研究中获得的结果对于这些层压板在压缩载荷下的性能是很有前途的。纤维增强层压板的压缩性能(如拉伸性能)以纤维为主。由于添加了颗粒层,导致了帘布层区域中纤维体积的增加,因此假定压缩测试也将揭示颗粒层的侵入性最小。显微镜研究的结果不能很好地反映层压板在弯曲力作用下的性能。梁的弯曲涉及层压板的上表面和下表面处于相反应力状态的作用下。一个表面处于压应力作用下,而另一个在拉应力的作用下,梁的中心在这两个应力状态的传递中是不可或缺的。显微镜研究表明,位于光束中心的粒子层充满了空隙。空隙的存在会抑制层在两个表面之间有效转移应力的能力。可以认为,在弯曲应力的作用下含有磁致伸缩颗粒层的层压体会沿中心线分层,从而导致过早失效。此外,在本文中,还提出了使用嵌入纤维增强聚合物层压板中的磁致伸缩颗粒进行损伤传感测试的实验和数值结果。对于实验结果,将碳纤维增强聚合物(CFRP)层压板(Hexcel AS4 / 3501-6)嵌入Terfenol-d颗粒,并改变层数以观察传感的变化。使用非接触式磁致伸缩应变传感器设置可观察到传感。观察到的感测参数是次级电路中感应的电压。提出的三批产品中有两批具有层压板,这些层压板嵌入有0.5“ x.5”防粘剂涂覆的贴剂,可防止Terfenol-d与CFRP层之间的粘结。层压板的层数范围为2-14个单向层。使用两种制造方法将颗粒分布在层压板中。这三批产品的实验结果表明,该制造技术对感测信号具有显着影响。磁通路径中颗粒堆积的影响会显着影响传感信号,并使分层的存在难以评估。实验还表明,当层数变化时,传感信号不会有太大变化。为了进行数值模拟,构建了有限元模型来分析嵌有萜烯醇D(TD)的层压板中的磁机械相互作用,以进行传感。该模型通过观察分层周围Terfenol-d层中的参数来检查影响传感的机械参数。模型的结果表明,磁场在分层区域中产生了应变和应力的局部变化。分层区域中的应变大于结合区域中的应变。分层区域中的应力低于粘结区域中的应力。对于磁参数,在本构磁致伸缩方程式中使用了恒定的磁导率,从而抑制了磁通密度随应力/应变的变化而变化。数据表明,用于分配粒子的分配方法对传感信号起主要作用。已尝试改进分配方法,但是强烈建议使用自动方法来分配这些粒子。由于传感信号的不一致,无法区分帘布层变化的影响。分层也不能清楚地与颗粒密度的变化区分开。未来的工作将集中在寻找新的方法来分配颗粒并区分分层中的颗粒结块。多物理场有限元分析模型表明,对于与磁致伸缩层具有分层的层压板,在分层区域中应力和应变会下降。

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